SLIDE 1
0.1 Abortion and the marginal child A pregnant woman aborts the - - PDF document
0.1 Abortion and the marginal child A pregnant woman aborts the - - PDF document
0.1 Abortion and the marginal child A pregnant woman aborts the pregnancy because the child is unwanted. If the child is born, it may be worse o relative to its siblings or other children. The other children in the family may benet from
SLIDE 2
SLIDE 3
State i in year t which legalized abortion is a reform state r. State i in year t0 which did not legalize abortion is a non reform state n. Let yis
t be the average social economic outcome of chil-
dren born in year t in state i where s = fr; ng. E.g. y may be probability that a child is living with a single parent, the probability that a child is living on welfare. Let yir
t
= yt + yi + yr (1) yin
t
= yt + yi + yn (2) There is a year e¤ect, yt, which is common to all states in a particular year t, like a recession. There is a state e¤ect, yi, which is common to state i for all years. E.g. New York state is a rich state.
SLIDE 4
Finally, there is an abortion e¤ect, yr versus yn. Consider state i where abortion was illegal until year T 1. Abortion was legalized at year T. You have
- bservations on year t = 1; ::; T; ::; . Then let the …rst
di¤erence estimator be: yi =
X
tT
yir
t
(T 1)
X
t<T
yin
t
T 1 (3) = ytT + yi + yr (yt<T + yi + yn) (4) = (ytT yt<T) + (yr yn) (5) Will yi measure the change in the average welfare of children in state i due to legalizing abortion, (yr yn)? If ytT is not equal to yt<T, for example if there is a big recession in year T and after, then yi will not measure the abortion e¤ect. Now consider another state j which always legalized abor-
- tion. Then:
SLIDE 5
yj =
X
tT
yjr
t
(T 1)
X
t<T
yjr
t
T 1 (6) = ytT + yj + yr (yt<T + yj + yr) (7) = ytT yt<T (8) Consider the di¤erence in di¤erences estimator: y = yi yj (9) = yr yn (10) When will this estimator not give you the right answer, (yr yn)? In Table 1, column 3, reform states reduced the percent living with single parents by about 4% compared with non reform states. Column 12 shows that the reduction in low birth weight children is about 1:3%.
SLIDE 6
0.1.1 100 million women are missing Estimate the number of "missing women" in a country by calculating the number of extra women who would have been there if the coun- try had the same ratio of women to men as
- btain in areas of the world in which they re-
ceive similar care. If we could expect equal populations of the two sexes, the low ratio of 0.94 women to men in South Asia, West Asia, and China would indicate a 6 percent de…cit of women; but since, in countries where men and women receive similar care, the ratio is about 1.05, the real shortfall is about 11 percent. In China alone this amounts to 50 million "missing women," taking 1.05 as the benchmark ratio. When that number is added to those in South Asia, West Asia, and North Africa, a great many more than 100 million women are "missing." These numbers tell us, quietly, a terrible story
- f inequality and neglect leading to the excess
mortality of women. (Amartya Sen, NYRB, vol. 37(20), 1990)
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0.2 Hepatitis B and missing women
There is substantial evidence that women who are carriers of hepatitis B give birth to a higher ratio of boys to girls than non-carriers. Since many of the countries with missing women also have relatively high hepatitis B carrier preva- lence, the naturally occurring higher sex ratio at birth could produce a higher population sex ratio even in the absence of excess female mor-
- tality. After adjusting for di¤erences in sex ratio
at birth caused by hepatitis B, the number of missing women drops to 32 million, from the 60 million calculated by Coale(1991) and the 107 million suggested by Sen(1992). There is sig- ni…cant variation among countries in the share
- f missing women that can be explained: I …nd